
Ships, Splashes, and Waves on a Vast Ocean
The simulation of large open water surface is challenging using a unifor...
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Quasiperiodic traveling gravitycapillary waves
We present a numerical study of spatially quasiperiodic traveling waves...
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Numerical modelling of surface water wave interaction with a moving wall
In the present manuscript, we consider the practical problem of wave int...
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Free Surface Flows in Electrohydrodynamics with a Constant Vorticity Distribution
In 1895, Korteweg and de Vries (KdV), derived their celebrated equation ...
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Study on the Behavior of Weakly Nonlinear Water Waves in the Presence of Random Wind Forcing
Specific solutions of the nonlinear Schrödinger equation, such as the Pe...
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Estimating earthquakeinduced tsunami inundation probabilities without sampling
Given a distribution of earthquakeinduced seafloor elevations, we prese...
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Diffraction of acoustic waves by a wedge of point scatterers
This article considers the problem of diffraction by a wedge consisting ...
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An iterative method to compute conformal mappings and their inverses in the context of water waves over topographies
An iterative numerical method to compute the conformal mapping in the context of propagating water waves over uneven topographies is investigated. The map flattens the fluid domain onto a canonical strip in which computations are performed. The accuracy of the method is tested by using the MATLAB SchwarzChristoffel toolbox mapping as a benchmark. Besides, we give a numerical alternative to compute the inverse of the conformal map.
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